FINITE TEMPERATURE SELF-CONSISTENT SEMICLASSICAL EQUATION AND ITS IMAGINARY TIME STEP SOLUTION

LI GUO-QIANG

doi:10.7498/aps.40.175

Abstract
The finite temperature self-consistent semiclassical equation is derived with the utilization of Skyrme force and semiclassical approximation. This equation is solved numerically by employing the imaginary time step method. The nucleon densities of some hot spherical nuclei are determined and the RMS radii are calculated.
Authors and contacts
LI GUO-QIANG

1.
杭州大学物埋系,杭州,310028
References

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Vol. 40, Issue 2 - 1991-01-20

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FINITE TEMPERATURE SELF-CONSISTENT SEMICLASSICAL EQUATION AND ITS IMAGINARY TIME STEP SOLUTION

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FINITE TEMPERATURE SELF-CONSISTENT SEMICLASSICAL EQUATION AND ITS IMAGINARY TIME STEP SOLUTION

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